MidasMartingale 2.0 is a doubling grid with limits: a cap on orders, a calculated deposit, a trailing exit and a real-tick check. With a $2 step it closes the basket after a pullback of only about $2, because doubling puts break-even next to the last order. The price of speed is lot size, covered by the right deposit.
Arithmetic of the settings, not a forecast. Trading with leverage carries risk: if the deposit is too small, a stop-out is possible.
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How far must price come back for each lot rule?
One grid, three lot rules. Gold at $4,170, a cent account, start lot 0.01, step $2, leverage 1:2000. "Pullback" is how far price must climb from the last order's level for the whole basket to reach break-even.
| Orders | Lot rule | Total lots | Loss at the bottom | Pullback to break-even | Pullback to the lowest trail close (break-even + $0.50) | Balance that holds the last level |
|---|---|---|---|---|---|---|
| 9 | ×2 (martingale) | 5.11 | −$10.04 | $1.96 | $2.46 | $20.69 |
| 9 | ×1.5 | 0.72 | −$2.44 | $3.39 | $3.89 | $3.94 |
| 9 | ×1 (fixed lot) | 0.09 | −$0.72 | $8.00 | $8.50 | $0.91 |
| 11 | ×2 (martingale) | 20.47 | −$40.72 | $1.99 | $2.49 | $83.40 |
| 11 | ×1.5 | 1.67 | −$6.08 | $3.64 | $4.14 | $9.56 |
| 11 | ×1 (fixed lot) | 0.11 | −$1.10 | $10.00 | $10.50 | $1.33 |
Arithmetic of the settings, with the formulas of the site calculators. ×1.5 is rounded down to the 0.01 lot step, as the calculator does (11 orders: 0.01, 0.01, 0.02, 0.03 … 0.57 lots). "Balance that holds the last level" is what the account needs to survive price standing exactly at the last order, not a recommended deposit. Spread, swap and commission are not included.
In one line: with ×2 the way back is $1.99 instead of $10.00, five times shorter, and the basket is 186 times heavier (20.47 lots against 0.11).
Why does doubling give a fast exit?
Doubling gives a fast exit because half of all the lots sit in the last order. Break-even is the lot-weighted average entry, so it lands next to that heaviest order.
Take three buy orders $2 apart: 0.01 lot at $0, 0.02 at $2 lower, 0.04 at $4 lower. The average entry is (0×1 + 2×2 + 4×4) ÷ 7 = $2.86 below the first order. The last order is $4 below it, so price only has to climb $1.14 to reach break-even. With three equal lots the average entry is $2 below the first order and the way back is $2.00.
The longer the ladder, the bigger the gap. With a constant lot, break-even always sits in the middle of the grid, so the way back is half of its depth: $10 for 11 orders and a $2 step. With doubling it is always a little less than one step: $1.99. Adding orders does not make the way back longer, which is the whole point of Martingale 2.0.
The same picture is behind the ordinary meaning of grid, martingale and averaging: a grid says where orders sit, averaging says why you add to a loser, martingale says how much bigger each new order is.
Classic martingale and Martingale 2.0: what is different?
The classic martingale doubles until it wins, with no stopping rule and no thought for the account. Martingale 2.0 keeps the doubling and adds the limits the classic version lacks. In a betting game those limits cannot make the odds better; in a grid they decide whether a bad move ends the account.
| Classic "double until you win" | Martingale 2.0 | |
|---|---|---|
| Number of orders | Unlimited | A fixed cap, for example 11 |
| Step between orders | Often none or random | Set in dollars in advance, for example $2 to $3.50 |
| Deposit | Whatever is on the account | Calculated from the cap, the step and the lot before the start |
| Exit | "Wait for the bounce" | Take from break-even, plus a trailing exit that arms at break-even + $1.00 and never closes below break-even + $0.50 |
| Check | None, or a few lucky days | Replay on real gold ticks before real money |
| What it needs | Unlimited money and time | A deposit that holds the whole ladder |
What 2.0 does not claim: the cap does not remove the risk, it makes the risk a number you can read before you start. If price runs past the last order and beyond the room your deposit allows, a stop-out happens. That is the structural property of a doubling grid, described plainly in Risk, plainly.
The entry logic of Midas is not published; what is public is the grid itself: step, number of orders and multiplier.
What does the speed cost, and how does a deposit cover it?
The speed costs lot size: the same ladder with ×2 is 186 times heavier than with a fixed lot, so every dollar against the basket after the last order costs $20.47 instead of $0.11. "Do not fear martingale" is not the answer; "size the deposit for it" is.
Here is the safe setup that the grid calculator shows: 11 orders, a $3.50 step, start lot 0.01, ×2.
| Item | Value (arithmetic of the settings) |
|---|---|
| Total lots with all 11 orders open | 20.47 |
| Depth of the last order | $35 below the first order |
| Pullback from the last order to break-even | $3.48 (about one step) |
| Loss at the bottom, last order | −$71.26 |
| Deposit per 0.01 lot from the site's research | $3,675 |
| Room after the last order at that deposit | about $175, so stop-out about $210 from the first order |
The site's research ran this grid on real gold ticks from many start days since January 2025 and took the worst start: with $3,675 per 0.01 lot there was no blow-up in the model, and the profit over the last year was +$3,871 (+105% on the deposit) in the model. The hardest period was the slow decline of 26 to 28 May 2026, about −$195 in three days with no pullback. This is a model on real ticks, not a guarantee and not the income of a live account. More detail is in the gold grid deposit study and the methodology.
The logic is simple. The deposit is the cushion under the heavy last order. Make the cushion thicker than the biggest move you want to survive, and the speed of the exit is paid for in advance. A smaller deposit with the same settings is the same grid with a thinner cushion.
How does the basket exit: take from break-even and the trail?
The basket closes together, so its exit is measured from break-even, not from the first order. Midas has a trailing exit with three levels, shown in the "Advisor exit" block of the calculator:
- Arm: break-even + $1.00. Until price gets there, the trail does nothing.
- Floor: break-even + $0.50. After arming, the basket never closes lower than this.
- Hard take: break-even + $10. It sits higher and works only if price climbs to it without a pullback.
With a $2 step and 11 orders ×2, that means price has to rise about $2.49 from the last order's level for the lowest possible close, and about $2.99 to arm the trail. The floor result for the whole basket in this arithmetic is $10.23 (20.47 lots × $0.50 on a cent account). It is one basket in arithmetic, not income, and it excludes slippage, swap and commission.
The pullback is the distance, not the probability. Price may not come back, and then the deposit is what stands between the grid and a stop-out. See the pullback calculator: you can change the multiplier, the step and the exit values and see the way back for every order.
How do you check Martingale 2.0 on real ticks?
Replay the settings on real gold ticks before using them. The free Midas Grid emulator runs any gold day since January 2025 tick by tick and runs your grid settings day by day: profit, drawdown, balance and the minimum deposit that survived. It is in the browser, free, no sign-up.
Three things to look at in a replay:
- The worst day, not the average day. A doubling grid is judged by its deepest basket, so look at the days that went furthest against it.
- The minimum deposit. Compare it with what you plan to put on the account, per 0.01 lot.
- The exit. Count how often baskets close at the trail floor and how long they stay open.
The longer routine for testing any gold EA is in how to test a gold EA before buying, and the maths of a failed run is in the probability that a martingale grid blows up.
What can go wrong
- A big one-way move. If price passes the last order and the room that the deposit allows, the account is stopped out. That is why the deposit is sized for the move, not for the average day.
- The model is kinder than the market. The calculators assume every order opens exactly at its level. Gaps, slippage, swap and commission are not included.
- Lot limits. The 11th order at ×2 is 10.24 lots. A broker may limit the volume per deal or the total volume; check it for your symbol and account.
- A faster exit does not mean a certain exit. The pullback is a distance, not a promise.
Trading with leverage carries risk: if the deposit is too small, a stop-out is possible. This is information, not individual investment advice.
FAQ
Is martingale dangerous?
Martingale is dangerous when it is unlimited and the deposit is not sized for it: each order is twice the last, so a long one-way move grows the loss fast. In a grid the danger can be measured in advance: with 11 orders, ×2, a $3.50 step and 0.01 start lot, every dollar after the last order costs $20.47. The answer is a cap on orders and a deposit calculated for that load, not a rule never to use it. A stop-out remains possible.
How much pullback is needed to close a martingale basket?
With ×2 and a constant step, the way back from the last order to break-even is always a little less than one step: $1.99 for a $2 step and 11 orders, $1.96 for 9 orders. With ×1.5 it is $3.64 for 11 orders, and with a fixed lot $10.00. The trail then needs break-even + $1.00 to arm and closes no lower than break-even + $0.50. This is arithmetic of the settings, not a forecast.
How is martingale different from averaging?
Averaging means adding to a losing position to lower the average entry, in any size. Martingale is a lot rule: each new order is larger than the last, classically double. A grid with martingale averages by construction, and the lot rule decides how close the average gets to the market: next to the last order with ×2, in the middle of the grid with a fixed lot. See grid vs martingale vs averaging.
What deposit does a doubling grid need?
It depends on the lot, the step and the number of orders. For the safe setup shown on the site (11 orders, a $3.50 step, ×2), the research gives $3,675 per 0.01 lot: no blow-up on real gold ticks from any start day since January 2025, including the decline of 26 to 28 May 2026. This is a model, not a guarantee; enter your own numbers in the grid calculator.
What makes Martingale 2.0 different from a classic martingale?
It keeps the doubling and adds limits: a cap on the number of orders, a step set in dollars, a deposit calculated before the start, a trailing exit from break-even, and a replay on real ticks. These limits turn an open-ended risk into a number you can read, but they do not remove the risk of a stop-out on a strong one-way move.
Why is the multiplier ×2 and not ×1.5?
A larger multiplier shortens the way back and increases the load. With ×1.5 and a $2 step, 11 orders give 1.67 lots and a $3.64 pullback; with ×2 they give 20.47 lots and a $1.99 pullback. Midas uses ×2 by default. Other multipliers are shown in the calculator for comparison only and were not checked on live accounts.
Can I check these numbers myself?
Yes. Open the Pullback to take calculator, set start lot 0.01, step 2, orders 11, and switch the multiplier between 1, 1.5 and 2. Then replay the settings on real gold ticks in the emulator.
Does Martingale 2.0 give a profit?
No promise is made. The table shows how far price must come back, not how likely it is, and the research figures are a model on past ticks. Profit depends on the market, the broker and the deposit. Trading with leverage carries risk: if the deposit is too small, a stop-out is possible.